This video shows a piano tuned to 432 and other to 440Hz. In the opinion of a non educated ear, the left one (440) seem to sound more magnificent, powerful than the other.
Your opinion?
Note: I found the video accidentally and I am not related in any way to the video producer nor his player.
Your opinion?
Note: I found the video accidentally and I am not related in any way to the video producer nor his player.
Tuning A to 440Hz is the standard tuning frequency.
I have found this reference in respect to tuning A to 432Hz:
I have found this reference in respect to tuning A to 432Hz:
According to musical theory, when playing in 432 tuning, middle C is closer to 256Hz, a frequency that is a multiple of 8Hz, which is more commonly known as “the heartbeat of the planet. 432 Hz musical therapy helps ease anxiety, bring down heart rate and blood pressure, and generally has a soothing effect.
Yes, although I am not musician and my ears are not musically educated, it is a good opportunity lo listen both and note the differences. Never before I "saw" the difference in a true musical instrument, and played by a professional.
432Hz is known as Verdi's A. Mozart also played in this tuning.
The difference between 440Hz and 432Hz is 8Hz.
Starting at 8 Hz and raising the pitch by 5 octaves we come to 256 Hz. With C at 256 Hz, we get A at 432 Hz.
On the other hand, with A at 440 Hz, we get C at 261.656 Hz.
Therefore, A at 432 Hz is neater in mathematical terms and is referred to as “scientific tuning”.
The difference between 440Hz and 432Hz is 8Hz.
Starting at 8 Hz and raising the pitch by 5 octaves we come to 256 Hz. With C at 256 Hz, we get A at 432 Hz.
On the other hand, with A at 440 Hz, we get C at 261.656 Hz.
Therefore, A at 432 Hz is neater in mathematical terms and is referred to as “scientific tuning”.
Attachments
Tuning A to 440Hz is the standard tuning frequency.
I have found this reference in respect to tuning A to 432Hz:
Where's that quote from? I find the "according to musical theory" a bit strange.
Having watched and listened to the video, my opinion is that the difference in tonality of the two different pianos probably takes precedence over their difference in tuning.
The 'tuned' piano has a more mellow sound.
But, where are the tuning frequencies of 440Hz an 432Hz mentioned in the video?
The 'tuned' piano has a more mellow sound.
But, where are the tuning frequencies of 440Hz an 432Hz mentioned in the video?
I don't see it mentioned. Just tuned and out of tune, which is what is sounds like. The brown piano also sounds a bit buzzy, which is typical.
It's from a 'healing music for mind & body' site - what did you expect? 😀 432 Hz Healing: Decoding the Secret FrequencyWhere's that quote from? I find the "according to musical theory" a bit strange.
In its defence, it does quote the work of Maria Renold and her book: Intervals, Scales, Tones: And the Concert Pitch c = 128 Hz: Amazon.co.uk: Maria Renold, Anna Meuss, Bevis Stevens: Books
This video compares Renold's A432Hz tuning to the Equal Temperament A440Hz tuning:
YouTube
Don't confuse temperament with pitch.
Equal temperament is really a compromise that allows all the notes in a chromatic scale to be equal distances from each other. It allows any chords to be played in any key and sound 'correct'. A curious effect of our hearing dictates that the higher octaves are also tuned slightly sharp and the lowest octaves slightly flat. If the octaves are tuned perfectly the result can sound a little 'flat' and lacking brilliance. And a bass note that is slightly sharp also sounds terrible. Am I seeing an audio connection here... theoretical perfection isn't always the best sounding...
Unequal temperament (and there are many different temperaments) can be selected to suit a particular key that a piece is written in... and they can sound fantastic... but other keys that are more distant from the key that has been 'correctly' tuned sound absolutely awful.
Equal temperament is really a compromise that allows all the notes in a chromatic scale to be equal distances from each other. It allows any chords to be played in any key and sound 'correct'. A curious effect of our hearing dictates that the higher octaves are also tuned slightly sharp and the lowest octaves slightly flat. If the octaves are tuned perfectly the result can sound a little 'flat' and lacking brilliance. And a bass note that is slightly sharp also sounds terrible. Am I seeing an audio connection here... theoretical perfection isn't always the best sounding...
Unequal temperament (and there are many different temperaments) can be selected to suit a particular key that a piece is written in... and they can sound fantastic... but other keys that are more distant from the key that has been 'correctly' tuned sound absolutely awful.
Right. For example I could take the recording of the 9 foot Yamaha grand playing at 440 and move it down to 432. But I doubt it would sound the same as the upright Yamaha tuned at 432 because the temperament would be different when they were tuned. There is more than just an overall pitch shift.
This is beginning to go over my head.Don't confuse temperament with pitch.
My wife plays the piano - I just play the fool!
Pitch is absolute, temperament is the relationship between them and more often than not it's not harmonic
I just about understand the basics and, for those of an inquisitive bent, here's the full story: Physics of Music - Notes
This whole tuning thing gets really interesting with instruments that have lots and lots of body resonance, like acoustic guitars. Here the modes being excited will change depending on absolute tuning, and so will the guitar's sound. The best-sounding tuning isn't likely to be either exactly 440 or 432 Hz though, so if it isn't just you and your guitar, you may have a problem.
Guitars have plenty of tuning-related quirks anyway. "True temperament" models attempt to rectify some of them.
Guitars have plenty of tuning-related quirks anyway. "True temperament" models attempt to rectify some of them.
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